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On the problem of uniqueness of determination of an Archimedean polyhedron by its vertex star. (English)
Authors: P.V. Makarov
Abstract
In works [1, 2] the problem of completeness of T.Gosset's list of $n$-dimensional $(n\ge 4)$ semiregular polyhedra was solved. In the present article we consider the problem of unique determination of an Archimedean polyhedron by its vertex star.Moscow Technical University
of Communication and Informatics
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of Communication and Informatics
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Contents
- Some issues in the theory of supernilpotent radicals. (English)
- Rings and properties of lattices of I-radicals. (English)
- Completed commutative group rings without zero divisors. (English)
- Dual operators generated by parabolic boundary value problems. (English)
- Codimension-one bifurcations for a Rayleigh model. (English)
- On the problem of uniqueness of determination of an Archimedean polyhedron by its vertex star. (English)
- About associator nilpotence of finitely generated alternative algebras of characteristic 2 or 3. (English)
- About limiting distributions of the sums of intermixing random vectors with restricted variances. (English)
- A generalization of the knapsack problem and finding the k-optimal tree in a weighted digraph. (English)
- Academician Mitrofan Choban -- 60 Years. (English)
